Title: Re: A class of ballot set with "unbeaten in mean lotteries."
Jobst and All:
I did make one
(inconsequential) boo boo. The normalization factor for the weights x+y-z,
y+z-x, and z+x-y should be 1/N, not 1/(2N), since the sum of these weights is
x+y+z=N.
To physically carry out t
Dear Forest!
You wrote:
> Let x, y, and z be positive integers such that x+y+z=N, and max(x,y,z) where N is the number of some large population of voters, and the ordinal
> preferences are divided into three factions: x: A>B>C y: B>C>A z: C>A>B
> Further assume that the cardinal ratings
